(5uv+4u^3-2u^3v^4)- (5uv^4-6uv) - (4uv-55u^3v)
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Given:
(5uv+4u^3-2u^3v^4)- (5uv^4-6uv) - (4uv-55u^3v)
To find:
(5uv+4u^3-2u^3v^4)- (5uv^4-6uv) - (4uv-55u^3v)
Solution:
(5uv + 4u^3 - 2u^3v^4) - (5uv^4 - 6uv) - (4uv - 55u^3v)
= 5uv + 4u^3 - 2u^3v^4 - (5uv^4 - 6uv) - (4uv - 55u^3v)
= 5uv + 4u^3 - 2u^3v^4 - 5uv^4 + 6uv - (4uv - 55u^3v)
= 5uv + 4u^3 - 2u^3v^4 - 5uv^4 + 6uv - 4uv + 55u^3v
= -2u^3v^4 + 55u^3v + 4u^3 - 5uv^4 + 7uv
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